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Full binary trees - PowerPoint PPT Presentation


CSE 321 Discrete Structures

CSE 321 Discrete Structures

CSE 321 Discrete Structures. Winter 2008 Lecture 12 Induction. Announcements. Readings Monday, Wednesday Induction and recursion 4.1-4.3 (5 th Edition: 3.3-3.4) Midterm: Friday, February 8 In class, closed book Estimated grading weight: MT 12.5%, HW 50%, Final 37.5%.

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466 views • 37 slides



Trees CMSC 433 Chapter 8.1

Trees CMSC 433 Chapter 8.1

Trees CMSC 433 Chapter 8.1. Nelson Padua-Perez Bill Pugh. Tree Terminology. A tree consists of a collection of elements or nodes Each node can contain data and (parent and child) links to other nodes Each node has one parent, except for the root node, which has no parent

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327 views • 19 slides


Strong Induction

Strong Induction

Strong Induction. “Normal” Induction : If we prove that 1) P( n 0 ) 2) If P(k) for any k ≥n 0 then P(k+1) Then P(n) is true for all n ≥n 0 .

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3.68k views • 18 slides


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